Algebraic model of an oblate top

R Bijker; A Leviatan

Algebraic model of an oblate top

Racah Institute of Physics

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Abstract

We consider an algebraic treatment of a three-body system. In particular, we develop the formalism for a system of three identical objects and discuss an application to nonstrange baryon resonances
which are interpreted as vibrational and rotational excitations of an oblate symmetric top. We derive closed expressions for a set of elementary form factors that appear in the calculation of both
electromagnetic, strong and weak couplings of baryons.

Original language	American English
Title of host publication	Symmetries in Science IX
Editors	Bruno Gruber, Michael Ramek
Place of Publication	New York
Publisher	Plenum Press
Pages	9-24
Number of pages	16
ISBN (Print)	0306456907, 9780306456909
State	Published - 1996

Bibliographical note

Proceedings of a Symposium on Symmetries in Science IX, held August 6-10, 1996, in Bregenz, Austria.

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Cite this

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title = "Algebraic model of an oblate top",

abstract = "We consider an algebraic treatment of a three-body system. In particular, we develop the formalism for a system of three identical objects and discuss an application to nonstrange baryon resonanceswhich are interpreted as vibrational and rotational excitations of an oblate symmetric top. We derive closed expressions for a set of elementary form factors that appear in the calculation of bothelectromagnetic, strong and weak couplings of baryons.",

author = "R Bijker and A Leviatan",

note = "Proceedings of a Symposium on Symmetries in Science IX, held August 6-10, 1996, in Bregenz, Austria.",

year = "1996",

language = "American English",

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editor = "Bruno Gruber and Michael Ramek",

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publisher = "Plenum Press",

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T1 - Algebraic model of an oblate top

AU - Bijker, R

AU - Leviatan, A

N1 - Proceedings of a Symposium on Symmetries in Science IX, held August 6-10, 1996, in Bregenz, Austria.

PY - 1996

Y1 - 1996

N2 - We consider an algebraic treatment of a three-body system. In particular, we develop the formalism for a system of three identical objects and discuss an application to nonstrange baryon resonanceswhich are interpreted as vibrational and rotational excitations of an oblate symmetric top. We derive closed expressions for a set of elementary form factors that appear in the calculation of bothelectromagnetic, strong and weak couplings of baryons.

AB - We consider an algebraic treatment of a three-body system. In particular, we develop the formalism for a system of three identical objects and discuss an application to nonstrange baryon resonanceswhich are interpreted as vibrational and rotational excitations of an oblate symmetric top. We derive closed expressions for a set of elementary form factors that appear in the calculation of bothelectromagnetic, strong and weak couplings of baryons.

M3 - Chapter

SN - 0306456907

SN - 9780306456909

SP - 9

EP - 24

BT - Symmetries in Science IX

A2 - Gruber, Bruno

A2 - Ramek, Michael

PB - Plenum Press

CY - New York

ER -

Algebraic model of an oblate top

Abstract

Bibliographical note

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